# Sea quark parton annihilation?

Consider the figure below1:

This can be read as follows (please correct me if I am wrong): two particles come in and 'fragment', a parton from each particle $$C$$ and $$D$$ annihilate to form the particle $$X$$. An intuitive guess is that the partons $$C$$ and $$D$$ must correspond to valence quarks whist the 'jets' of $$A$$ and $$B$$ must contain the remaining valence quarks and the usual gluon and sea quarks. My question is this: Is such a reaction possible but in which $$C$$ and $$D$$ represent sea quarks (or even gluons)? Please can you explain either way.

1Image adapted from that given on page 20 of http://www.hep.man.ac.uk/u/hanl/lecture/Lecture1_LHC+TeVatron.PDF

• The inputs to X can include sea quarks and gluons. NuSea and other hadron Drell-Yan experiments relied on that. Commented Feb 16, 2017 at 17:44

Yes, this can really happen. One example is a process called Drell-Yan production (at a hadron collider). A Drell-Yan event is the interaction of a quark and an anti-quark, which annihilate to form a photon or Z-boson (which then at some point decays to a pair of leptons).

At a proton-proton collider this can only happen if the anti-quark is a sea-quark (because the proton has only three quarks as valence quarks).

The Feynman graph for this process looks something like this:

Assume proton proton scattering: something has to be exchanged in order to interact. Because they are strong interacting particles they exchange at least a gluon with the out going protons absorbing the energy and breaking out into jets.

A gluon leaves from a quarq of one of the protons and gives energy to one of the quarks of the other resulting into three jets.

For your diagram, a triple gluon vertex is allowed, as for example:

where your C and D are the two exchange gluons going into a third one. The event will have at least three jets, the two from the "spectator" protons and the third from the gluon process I (the diagram is written for hypothetical new particles searched for).

Your C and D cannot be a quark and antiquark unless you draw the corresponding anti to them and do something with them. There are quantum numbers that have to be kept track of, particularly baryon number . Two quarks cannot annihilate, they can interact.